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Square Integrable Group Representations and the Uncertainty Principle
Hans Georg Stark
*
,
Nir Sochen
*
Corresponding author for this work
School of Mathematical Sciences
Aschaffenburg University of Applied Sciences
Research output
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Contribution to journal
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Article
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peer-review
4
Scopus citations
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Dive into the research topics of 'Square Integrable Group Representations and the Uncertainty Principle'. Together they form a unique fingerprint.
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Mathematics
Lie Group
100%
Minimizes
100%
Local Minimum
100%
Variance
100%
Hilbert Space
100%
Discretization
100%
Lie Algebra
100%
Signal Processing
100%
Group Element
100%
Keyphrases
Uncertainty Measure
100%
Uncertainty Principle
100%
Square-integrable Group Representation
100%
Law
33%
Signal Processing
16%
Local Minima
16%
Lie Algebra
16%
Hilbert Space
16%
Lie Group
16%
Feature Measurement
16%
Uncertainty Inequality
16%
Affine Group
16%
Similitude Group
16%
Shearlets
16%
Square-integrable Representation
16%
Frame Building
16%
Group Affine
16%
Low Uncertainty
16%
Infinitesimal Operator
16%
Non-commuting
16%
Computer Science
Group Representation
100%
Discretization
50%
Local Minimum
50%
Hilbert Space
50%
Lie Group
50%